Three statements showing relationships have been given, which are followed by two conclusions (I) and (II). Assuming that the given statements are true, find out which of the conclusions is/are definitely true.
Statements:
(1) Q < K
(2) K > J
(3) S ≥ Q
Conclusions:
(I) S < K
(II) J > Q ​

Statements:
(1) Q < K
(2) K > J
(3) S ≥ Q

Checking conclusions:

Conclusion (I): S < K
S can be equal to Q or greater than Q.
Since Q < K, S may be less than K or equal to / greater than K.
So this conclusion is not definite.

Conclusion (II): J > Q
Both J and Q are less than K, but no comparison is given between J and Q.
So this conclusion is not definite.

Final Answer:
Neither conclusion (I) nor (II) is definitely true.

Thus, correct option is (D).